MARC

 008080709s2008        ulka                    000      kor
■020    ▼a9788971291931
■0801  ▼a51
■082    ▼a510.2462▼223
■090    ▼a510.2462▼b이72ㄷ
■1001  ▼a이장우  지음
■24510▼a대학공업수학▼b사용방법과  해법▼d이장우  지음
■250    ▼a증보판
■260    ▼a서울▼b(주)범한서적▼c2008
■300    ▼a734p.▼b삽도▼c26cm
■505    ▼a제1장  1계미분방정식▼a1.1  미분방정식의  개요▼c1▼a1.2  변수분리형  미분방정식▼c13▼a1.3  완전미분방정식▼c26▼a1.4  선형비분방정식  ·  베르누이  방정식▼c36▼a제2장  고계  선형미부방정식▼a2.1  선형미분방정식의  기초이론▼c51▼a2.2  상수계수의  제차  선형미분방정식▼c62▼a2.3  미정계수법과  소멸미분  작용소법▼c75▼a2.4  매개변수  변분법  ·  계수내림법▼c8800▼a제3장  변수계수를  갖는  미분방정식의  멱(거듭제곱)급수  해법:  특수함수11▼a3.1  코시-  오일러  방정식[멱(거듭제곱)급수에  대한  복습]▼c10122▼a3.2  보통점  근방의  급수해▼c11133▼a3.3  정칙특이점  근방의  급수해  ·  프로베니우스의  해법▼c12244▼a3.4  르장드로  방정식과  르장드르  함수▼c13655▼a3.5  베셀의  방정식과  베셀함수▼c14966▼a제4장  라플라스  변환법77▼a4.1  라플라스  변환의  기본성질▼c16788▼a4.2  원래함수  f(t)의  도함수  ·  적분과  초기값문제의  ψ와  ψ-¹  변환▼c18099▼a4.3  상함수  F(s)의  곱  ·  도함수와  적분▼c19300▼a4.4  구분적  연속과  주기함수의  변환▼c20311▼a4.5  충격과  델터함수의  변환  ·  듀하멜의  원리▼c21222▼a제5장  행렬  ·  연립  선형방정식  ·  행렬식  ·  고유값문제  ·  대각화문제33▼a5.1  행렬의  기본연산과  특수행렬▼c22344▼a5.2  연립  1차(선형)방정식과  가우스의  소거법▼c23955▼a5.3  행렬식의  라플라스  전개,  행렬식의  성질,  행렬의  순위(계수)▼c25766▼a5.4  행렬식에  의한  역행렬,  Cramer의  법칙,  기본행렬▼c26977▼a5.5  고유값문제:  고유값과  고유벡터▼c28388▼a5.6  행렬의  대각화문제▼c29799▼a제6장  특수기법(고유값  ·  대각화)에  의한  연립  선형미분방정식00▼a6.1  미분방정식의  행렬방정식과  해의  표현▼c31311▼a6.2  제차  연립  선형미분방정식의  해법▼c32722▼a6.3  비제차  연립  선형미분방정식의  해법▼c34533▼a6.4  행렬의  지수함수와  열립  1계  선형미분방정식의  해법▼c35644▼a제7장  벡터함수의  미분법:  스칼라장의  기울기  ·  벡터장의  발산과  회전55▼a7.1  벡터대수▼c36966▼a7.2  벡터의  내적과  외적▼c37677▼a7.3  스칼라장의  기울기와  방향도함수▼c39388▼a7.4  벡터장의  발산과  회전▼c41299▼a제8장  벡터함수의  적분법:  Green의  정리  Stokes의  정리  Gauss의  발산정리00▼a8.1  선  적  분▼c42311▼a8.2  평면에서이  그린의  정리▼c43922▼a8.3  스토크스의  정리▼c45533▼a8.4  가우스의  발산정리▼c47144▼a제9장  스트롬-리우빌  문제:  경계값문제  ·  고유값문제55▼a9.1  직교함수  집합  ·  일반  Fourier  급수▼c48566▼a9.2  경계값문제와  고유값문제▼c49677▼a9.3  정칙  Strum-Liouville    문제▼c51088▼a9.4  특이  Strum-Liouville  문제:  Fourier  Bessel  ·  Legendre  급수▼c52099▼a제10장  푸리에  해석(급수  ·  적분  ·  변환)00▼a10.1  Fourier  급수와  수렴정리▼c53311▼a10.2  Fourier  sine  ·  cosine  급수와  2중  Fourier  급수▼c54922▼aFourier  적분▼c56233▼aFourier  변환▼c57844▼a제11장  편미분방정식:  경계값문제55▼a11.1  특수형의  1계  ·  2계  편미분방정식▼c59566▼a11.2  고전적인  편미분방정식과  경계값문제▼c60877▼a11.3  열전도방정식(포물형  PDE:  확산형의  문제)▼c62088▼a11.4  파동방정식(쌍곡형  PDE:  진동형의  문제)▼c63599▼a11.5  라플라스  방정식(타원형  PDE:  안전상태의  문제)▼c65000▼a제12장  복소해석:  해석함수  ·  복소적분  ·  Laurent  급수  ·  유수적분11▼a12.1  복소함수의  도함수:  해석함수와  조화함수▼c66722▼a12.2  복소적분  ·  코시  적분공식과  해석함수의  적분표현▼c68133▼a12.3  Taylor  ·  Laurent  급수와  고립특이점의  분류▼c69344▼aCauchy의  유수정리  ·  경로적분과  실적분▼c70655▼a찾아보기▼c72066
■653    ▼a미분▼a적분▼a함수
■9500  ▼c23,000

Preview

Export

ChatGPT Discussion

AI Recommended Related Books